몰 질량 of C7H16FN2OP (A-230) is 194.1869 g/mol
C7H16FN2OP 중량과 몰 사이의 변환
다음 물질의 원소 조성 C7H16FN2OP
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 7 | 43.2959 | 수소 | H | 1.00794 | 16 | 8.3049 | 플루오린(불소) | F | 18.9984032 | 1 | 9.7836 | 질소 | N | 14.0067 | 2 | 14.4260 | 산소 | O | 15.9994 | 1 | 8.2392 | 인 | P | 30.973762 | 1 | 15.9505 |
몰질량을 단계별로 계산하기 |
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먼저 C7H16FN2OP에 있는 각 원자의 수를 계산합니다.
C: 7, H: 16, F: 1, N: 2, O: 1, P: 1
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, F: 18.9984032, N: 14.0067, O: 15.9994, P: 30.973762
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C7H16FN2OP) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(F) * Weight(F) + Count(N) * Weight(N) + Count(O) * Weight(O) + Count(P) * Weight(P) =
7 * 12.0107 + 16 * 1.00794 + 1 * 18.9984032 + 2 * 14.0067 + 1 * 15.9994 + 1 * 30.973762 =
194.1869 g/mol
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화학 구조 |
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![C7H16FN2OP - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C7H16FN2OP
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계산 몰 질량 (몰 중량)화합물의 몰 질량을 계산하려면 공식을 입력하고 '계산'을 클릭하세요. 화학식에서 당신은 다음과 같은 것들을 사용할 수 있습니다 :
- 어떤 화학 원소. 화학 기호의 첫 글자를 대문자로 하고 나머지 글자는 소문자를 사용합니다. Ca, Fe, Mg, Mn, S, O, H, C, N, Na, K, Cl, Al.
- 기능 그룹 :D, T, Ph, Me, Et, Bu, AcAc, For, Tos, Bz, TMS, tBu, Bzl, Bn, Dmg
- 괄호() 또는 대괄호 []입니다.
- 관용명
몰 질량 계산의 예 : NaCl, Ca(OH)2, K4[Fe(CN)6], CuSO4*5H2O, 질산, 과망간산 칼륨, 에탄올, 과당, 카페인, 물.
몰 질량 계산기는 또한 일반적인 화합물 이름, Hill 공식, 원소 구성, 질량 백분율 구성, 원자 백분율 구성을 표시하고 무게를 몰수로 또는 그 반대로 변환할 수 있습니다.
컴퓨팅 분자량 (분자량)
화합물의 분자량을 계산하려면 공식을 입력하고 각 원소 뒤에 동위원소 질량수를 대괄호 안에 지정하세요.
분자량 계산의 예 :
C[14]O[16]2,
S[34]O[16]2.
정의
- molecular_mass_def
- 몰질량은 (molar weight) 어떤 물질이 1몰 있을때의 질량을 이야기 하고 단위는 g/mol입니다.
- 두더지는 원자나 분자와 같은 매우 작은 물질을 대량으로 측정하기 위한 표준 과학 단위입니다. 1몰에는 정확히 6.022 ×10 23 입자(아보가드로 수)가 들어 있습니다.
몰 질량을 계산하는 단계
- 화합물 식별: 화합물의 화학식을 적습니다. 예를 들어, 물은 H 2 O입니다. 이는 수소 원자 2개와 산소 원자 1개를 포함한다는 의미입니다.
- 원자 질량 찾기: 화합물에 존재하는 각 원소의 원자 질량을 찾아보세요. 원자 질량은 일반적으로 주기율표에서 찾을 수 있으며 원자 질량 단위(amu)로 표시됩니다.
- 각 원소의 몰 질량을 계산합니다. 각 원소의 원자 질량에 화합물에 포함된 해당 원소의 원자 수를 곱합니다.
- 합산: 3단계의 결과를 더하여 화합물의 총 몰 질량을 구합니다.
예: 몰질량 계산
이산화탄소(CO 2 )의 몰질량을 계산해 보겠습니다.
- 탄소(C)의 원자 질량은 약 12.01 amu입니다.
- 산소(O)의 원자 질량은 약 16.00amu입니다.
- CO 2 에는 탄소 원자 1개와 산소 원자 2개가 있습니다.
- 이산화탄소의 몰 질량은 12.01 + (2 × 16.00) = 44.01 g/mol입니다.
각 원소와 동위원소의 질량을 NIST기사를 참조하십시오 href='http://physics.nist.gov/cgi-bin/Compositions/stand_alone.pl'> a> 관련 : 아미노산의 분자량 |